Reigning Champions St Anne’s, JK and Kernick

Slides:



Advertisements
Similar presentations
Tree Recursion Traditional Approach. Tree Recursion Consider the Fibonacci Number Sequence: Time: , 1, 1, 2, 3, 5, 8, 13, 21,... /
Advertisements

§3 Dynamic Programming Use a table instead of recursion 1. Fibonacci Numbers: F(N) = F(N – 1) + F(N – 2) int Fib( int N ) { if ( N
Test practice Multiplication. Multiplication 9x2.
Notes Over 11.3 Geometric Sequences
Arithmetic Sequences & Series Pre-Calculus Section.
The student will identify and extend geometric and arithmetic sequences.
Notes Over 11.2 Arithmetic Sequences An arithmetic sequence has a common difference between consecutive terms. The sum of the first n terms of an arithmetic.
Section 12-1 Sequence and Series
Question : How many different ways are there to climb a staircase with n steps (for example, 100 steps) if you are allowed to skip steps, but not more.
Math in Nature. Fibonacci Sequence in Nature The sequence begins with numbers 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144 and continues.
Spot the Pattern Look for the pattern with the sequence of number and write the next 2 numbers in the pattern. 5, 8, 11, 14, , 10,
Aim: Geometric Sequence Course: Math Literacy Do Now: Aim: What are geometric sequences? Mrs. Gonzales sells houses and makes a commission of $3750 for.
MATH 2160 Sequences. Arithmetic Sequences The difference between any two consecutive terms is always the same. Examples: 1, 2, 3, … 1, 3, 5, 7, … 5, 10,
Arithmetic Sequences & Series. Arithmetic Sequence: The difference between consecutive terms is constant (or the same). The constant difference is also.
1.2 Geometric Sequences and Series Warm-up (IN) 1.Find the sum of the arithmetic series: a …+460 b. Learning Objective: to understand what.
Estimating Numbers Lesson 29. Math Vocabulary To “estimate” a # means: A close guess of the actual value, usually with some thought or calculation involved.
When estimating, 1.) You should be able to do the computation in your head 2.) Your answer should be close to the exact answer 1-1 Estimating sums, differences.
Pre-Algebra 12-1 Arithmetic Sequences Learn to find terms in an arithmetic sequence.
Math Facts Fluency Part 1: sums to 7 Part 2: sums to 10 Part 3: sums to 20.

Patterns in Sequences. Number patterns Sequences of numbers can have interesting patterns. Here we list the most common patterns and how they are made.
Warmups Find three consecutive integers whose sum is 96.
Section 8.2 Arithmetic Sequences & Partial Sums. Arithmetic Sequences & Partial Sums A sequence in which a set number is added to each previous term is.
5th Grade Campus Math Bee School Year.
5th Grade Math Bee Practice.
Arithmetic Sequences & Partial Sums
4th Grade Campus Math Bee
4th Grade Math Bee Practice.
3rd Grade Math Bee Practice.
5th Grade Campus Math Bee
Arithmetic and Geometric Sequences
Patterns and Sequences
STEAM patterns.
2nd Grade Campus Math Bee.
6.17 The student will identify and extend geometric and arithmetic sequences.
4th Grade Campus Math Bee
Consecutive Number Equations
Knowing your math operation terms
3rd Grade Campus Math Bee School Year.
Round to the nearest 100.
Practice working out numbers factors and multiples
3rd Grade Classroom Math Bee School Year.
Geometric Sequence The ratio of a term to it’s previous term is constant. This means you multiply by the same number to get each term. This number that.
Number Patterns.
STEAM patterns.
Kinder Campus Math Bee School Year.
Kinder Math Bee Counting Practice.
2nd Grade Campus Math Bee
Kindergarten Math Bee Practice.
4th Grade Campus Math Bee
Kinder Math Bee Addition Practice.
5th Grade Math Bee Practice.
5th Grade Campus Math Bee
5th Grade Campus Math Bee School Year.
Triangular 5.1 Basic Series (1/3) A series forms a pattern
Sequences Tuesday, 30 April 2019.
Multiplication Facts How fast are you?.
Kinder Campus Math Bee School Year.
Geometric Sequence The ratio of a term to it’s previous term is constant. This means you multiply by the same number to get each term. This number that.
Kinder Math Bee Practice Power point School Year.
Before and After Practice
Recognizing and extending arithmetic sequences
8-2 Analyzing Arithmetic Sequences and Series
+/- Numbers Year 2-3 – Develop methods for addition and subtraction within 100
Kindergarten Math Bee Practice.
Kinder Campus Math Bee Skill: Counting School Year.
Kinder Campus Math Bee School Year.
Patterns, squares and roots
Arithmetic Sequences Lesson 9-6.
Presentation transcript:

Reigning Champions St Anne’s, JK and Kernick HOUSE MATHS 2011 Reigning Champions St Anne’s, JK and Kernick

Round 1: Fizz Buzz Round 2: Speed Round Round 3: Tangrams Round 4: Safari

[ A Triangular number is the sum of consecutive natural numbers – PRACTICE Multiples of 3 - POP Multiples of 8 - BUZZ Triangular numbers - TING [ A Triangular number is the sum of consecutive natural numbers – 1, 3, 6, 10, 15, ...]

ACTUAL Fibonacci number - FIB Power of 2 - POW Multiples of 4 - WOOF [ Each number in the Fibonacci sequence is the sum of the previous two numbers - 1, 1, 2, 3, 5, ...] Power of 2 - POW Multiples of 4 - WOOF Multiples of 7 - MEOW